@keyframes rwdcur217908 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 4 8, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 4 8, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 4 8, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 4 8, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 4 8, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADiUlEQVRYhb2XXWgcZRSGnzM7xm1M13RbtJukRb0QKfSiSKPshZYqdkOlCmIt+EtKob3wRkiqV8vqhbT10l74A4IK1kpLEZW0tZFSiCQIFemFSLE/SbNhu0mTIdldN905XszsdjLJTrLr2BeGmfm+c877zjnf34g1MaR4EFuflKXaCIBmEq3AY0Ar0Abcdq84YALjwBSQl3Q25/U1XYJagzUxpL73IO4qOoCYSx4FbIdQoyDtQA5YBzrldzT9JLH1yZWSemH7Yl4HtUDiwCywCSiDFDSTyEk6W7M3ven1pn65tPswjZOBLqAV9BHQDpCtwGXX5oLTRztOOWpqw0DBvY85MeVJkL20RR4iIjAzPwhyExjxOxphsEs6WwIs0Dhotxu3QFQgAkASZ2zkcLJVQ1gZwAkuB3AG5GXQT8jPf0CEGPAl8Kmks3m/U5gCwKnz48BZEAv0cypyDvhZ0tnyUg6hlABA0tlZ4DhwFNgCvA5yDfi7HnmoAlwRfwLjdNzby6OrngXeBLZrJhG7KwJcEZcYL22+PmIB+hnwm6SzVj37sMeAK2LiUu7qicSNfyLbIio50i/UtQ1dwNhfp94CKJfZKCIZlIeD7EMvwaxV2FgslL4A3bkS+9AzsOq+6E5VRTC6vz72PcAVoO6yblgTQ1q9vB312peDGYl032Pe+a43du8KLMFS2/Gi90bgfjWv7dkFgC12F3A1UIBvO150IGkELz7/zJlTP5x7DmD3Sz3crtgXCCiBudS22+BWvACr22P7gGsAc3MFfhw4H2gf+ixYRCByd6chQGfiQQB+OT+8rG3T07AvSVv1+cgQs9XnUrHEtqe6qVQqFIolDAmuZlMC3nmadUYrNz1NNZYTJ3/iia1bmCsUVxSrqRKYUQ6pYtvKx6oM9qfo9fb/OvI7+clb/58AMejFZu+RAd42hAPAIb/N+MLjf7gCXM99ABXlK2/z9MWTVIozAFSKM0z/8d0Ct/4dvNuXYrgvxTAELBBB6NvBHhG+AcoitKizbNVOPWJIixNaUVv9pyFTBGN0EjrjvNz0gnOwBx2dhA1rG/cdnXTuXffT03wJbI5Vg1WvhsjjHD98loGm14HoaV7tTHHxxtSdAbhSEZ1xDl5ZzUfQ5Bjwoj9FF0py7BbfLku8llfEZvrwac5U2/6zgCre284Ddgv7R6fI+Ps2rOF9Y56jHw6SZ+GPLP8C/tdI/0yWAEwAAAAASUVORK5CYII=) 4 8, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 4 8, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 4 8, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 4 8, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 4 8, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 4 8, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 4 8, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 4 8, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 4 8, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 4 8, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 4 8, auto;}
}
div.testarea{
animation:rwdcur217908 2.6666666666667s linear infinite forwards;
}
